There exists another broad class of IR dualities in three dimensions for \({\cal N}\ge 2\)  theories where the
dual gauge group depends on the number of flavors in the original theory in a fashion similar to the 4d
\({\cal N}=1\)  Seiberg duality [1]}. These include the Aharony duality [2]} for \({\cal N}=2\) 
theories as well as Giveon-Kutasov duality [3]} for \({\cal N}=2,3\)  Chern Simons-Yang Mills-matter theories. Both types of
dualities may be realized by appropriate Type IIB brane systems.
The Aharony duality in particular can be a realized by a Type IIB brane system that closely mimics
that [4]} for the 4d Seiberg duality. These 3d dualities are therefore collectively referred to as
Seiberg-like dualities.
